03: Assume the diameter of carbon fiber is 7 um and the diameter of glass fiber is 16 µm. Determine the fiber volume fraction in (1) Square array of fiber packing and (2) Triangular array of fiber packing, for fiber spacing-to-fiber diameter ratios (s/d) of 1.0, 1.25, 1.5, 1.75, and 2.0. i. ii. iii. Find the fiber center-to-center spacing for the ratios. Plot the fiber volume fractions and the center-to-center/ diameter Ratios What is the theoretical maximum fiber volume fraction for each of the two composites? Are they dependent on the fiber type or diameter?

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03:
Assume the diameter of carbon fiber is 7 um and the diameter of glass fiber is 16 µm.
Determine the fiber volume fraction in (1) Square array of fiber packing and (2) Triangular
array of fiber packing, for fiber spacing-to-fiber diameter ratios (s/d) of 1.0, 1.25, 1.5, 1.75, and
2.0.
i.
ii.
iii.
Find the fiber center-to-center spacing for the ratios.
Plot the fiber volume fractions and the center-to-center/ diameter Ratios
What is the theoretical maximum fiber volume fraction for each of the two
composites? Are they dependent on the fiber type or diameter?
Transcribed Image Text:03: Assume the diameter of carbon fiber is 7 um and the diameter of glass fiber is 16 µm. Determine the fiber volume fraction in (1) Square array of fiber packing and (2) Triangular array of fiber packing, for fiber spacing-to-fiber diameter ratios (s/d) of 1.0, 1.25, 1.5, 1.75, and 2.0. i. ii. iii. Find the fiber center-to-center spacing for the ratios. Plot the fiber volume fractions and the center-to-center/ diameter Ratios What is the theoretical maximum fiber volume fraction for each of the two composites? Are they dependent on the fiber type or diameter?
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